All Rights Reserved
AccessEcon LLC 2006, 2008.
Powered by MinhViet JSC
ralph lauren polo

 
Yeung-Nan Shieh
 
''An early mathematical presentation of consumer's surplus''
( 2005, Vol. 2 No.1 )
 
 
This paper shows the first presentation of consumer's surplus as a definite integral is in Launhardt''s 1885 masterpiece, Mathematische Begrundung Der Volkswirtschaftslehre. In chapter 32, Launhardt applied integral calculus to derive the consumer''s surplus of a decrease in the freight rate for each consumer at a market point and for all consumers in the whole market area. Launhardt''s analysis is typically reproduced in the modern literature on non-spatial and spatial economics without any acknowledgement of Launhardt. Launhardt''s name deserves to be mentioned alongside with Dupuit and Marhall as an early anticipator of many key elements in the theory of consumer''s surplus.
 
 
Keywords: Consumer's Surplus
JEL: B1 - History of Thought through 1925: General
C0 - Mathematical and Quantitative Methods: General
 
Manuscript Received : Aug 02 2005 Manuscript Accepted : Aug 12 2005

  This abstract has been downloaded 2172 times                The Full PDF of this paper has been downloaded 87725 times